#sage
n=120838778421252867808799302603972821425274682456261749029016472234934876266617266346399909705742862458970575637664059189613618956880430078774892479256301209695323302787221508556481196281420676074116272495278097275927604857336484564777404497914572606299810384987412594844071935546690819906920254004045391585427
c=118961547254465282603128910126369011072248057317653811110746611348016137361383017921465395766977129601435508590006599755740818071303929227578504412967513468921191689357367045286190040251695094706564443721393216185563727951256414649625597950957960429709583109707961019498084511008637686004730015209939219983527
e= 3
m_high=13292147408567087351580732082961640130543313742210409432471625281702327748963274496942276607<<208
PR.<x> = PolynomialRing(Zmod(n))
m = m_high + x
f = m^e - c
x = f.small_roots(X = 2^208,beta = 0.4)
m = m_high+x[0]
print(bytes.fromhex(hex(m)[2:]))
#hgame{0ther_cas3s_0f_c0ppr3smith}
